Pattern-based Subterm Selection in Isabelle
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This article presents a pattern-based language designed to select (a set of) subterms of a given term in a concise and robust way. Building on this language, we implement a single-step rewriting tactic in the Isabelle theorem prover, which removes the need for obscure "occurrence numbers" for subterm selection. The language was inspired by the language of patterns of Gonthier and Tassi, but provides an elegant way of handling bound variables and a modular semantics.
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